Abstract
We compute some motivic stable homotopy groups over . For , we describe the motivic stable homotopy groups of a completion of the motivic sphere spectrum. These are the first four Milnor–Witt stems. We start with the known groups over and apply the -Bockstein spectral sequence to obtain groups over . This is the input to an Adams spectral sequence, which collapses in our low-dimensional range.
Citation
Daniel Dugger. Daniel Isaksen. "Low-dimensional Milnor–Witt stems over $\mathbb R$." Ann. K-Theory 2 (2) 175 - 210, 2017. https://doi.org/10.2140/akt.2017.2.175
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